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. 2012 Sep 13;7(9):e44188. doi: 10.1371/journal.pone.0044188

Figure 1.

Figure 1

Equivalence between Inline graphic and Inline graphic. Inline graphic as a function of Inline graphic (Inline graphic) obtained in Refs. [12], [13] and Inline graphic as a function of Inline graphic (solid line) obtained from Eqs. (3)(2) and (12)(13) with Inline graphic and mean connectivity 4.07 in the giant component for (A) a ER network with Inline graphic and (B) SF network with Inline graphic, Inline graphic and Inline graphic. In the insets we show Inline graphic as a function of Inline graphic from the simulations (symbols) and from Eqs. (3)(2) and (12)(13) (solid line) for Inline graphic (Inline graphic) and Inline graphic (Inline graphic). (Color online).